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A Course in Enumeration / Martin Aigner

By: Contributor(s): Material type: TextTextPublisher number: :Zafaa Books & Distributors | :313/56F 49A, Anand Nagar Inderlok Delhi 110035Series: Graduate texts in mathematics, 238Publication details: New York : Springer ©2007.Description: x, 561p. 24cmISBN:
  • 9788132206712
Subject(s): DDC classification:
  • 511.62 AIG
Contents:
Introduction -- Basics -- Fundamental coefficients -- Formal series and infinite matrices -- Methods -- Generating functions -- Hypergeometric summation -- Sieve methods -- Enumeration of patterns -- Topics -- The Catalan connection -- Symmetric functions -- Counting polynomials -- Models from statistical Physics.
Summary: "This book leads the reader from the basic notations to a variety of topics in combinatorial enumeration, ranging from algebra to statistical physics. Its aim is to introduce the student to a fascinating field, and to be a source of information for the professional mathematician who wants to learn more about the subject. There are 666 exercises, and as a special feature every chapter ends with a highlight, discussing a particularly beautiful or famous result."--Jacket
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Holdings
Item type Current library Call number Status Date due Barcode
Mathematics Departmental Library Mathematics Departmental Library SNU LIBRARY 511.62 AIG (Browse shelf(Opens below)) Checked out to Dr. Neha Gupta (20500087) 01/09/2023 00:00 M386
Total holds: 0

Introduction --
Basics --
Fundamental coefficients --
Formal series and infinite matrices --
Methods --
Generating functions --
Hypergeometric summation --
Sieve methods --
Enumeration of patterns --
Topics --
The Catalan connection --
Symmetric functions --
Counting polynomials --
Models from statistical Physics.

"This book leads the reader from the basic notations to a variety of topics in combinatorial enumeration, ranging from algebra to statistical physics. Its aim is to introduce the student to a fascinating field, and to be a source of information for the professional mathematician who wants to learn more about the subject. There are 666 exercises, and as a special feature every chapter ends with a highlight, discussing a particularly beautiful or famous result."--Jacket

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